9.Question 9What is the relativistic formula for the energy of a mass m traveling at velocity v (where γ is the Lorentz factor)?1 pointE = γmc2E = γmv2/2E = mv2/cE = mc2

The velocity v of a non‑relativistic particle can be expressed in terms of combinations ofthe following quantities: kinetic energy Ek , momentum p and mass m.Which of the following expressions is correct?A v = pm2B v = 2EmkC v = Epk2D v = 2 kEpm(Total for Question 2 = 1 mark)

The consequence of special theory of relativity gives the following relation of an object moving with aspeed ‘v’ approaching to the speed of light ‘c’, relativistic mass ‘m’ and rest mass ‘mo’.2122ocv1mm By using the given dimensions, show that ‘m’ in the given expression approaches infinity (m ∞)

Which of the following could not be a formula for energy?E = mc2 where m is a mass and c is the speed of lightE = mavt, where m is a mass, a is an acceleration, v is a velocity, and t is a timeE = mav, where m is a mass, a is an acceleration, and v is a velocity

Find the mass and speed of 2MeV electron (use relativistic mechanics).

Given that the speed of light is 3.00 × 108 m/s, how much energy is produced by the conversion of 1.00 kg of mass into energy?Multiple choice question.9.00 × 1016 J9.00 × 108 J3.00 × 1016 J3.00 × 108 J